forked from uupers/BiliSpider
-
Notifications
You must be signed in to change notification settings - Fork 0
/
视频跟踪爬虫的可视化.nb
1261 lines (1241 loc) · 61.2 KB
/
视频跟踪爬虫的可视化.nb
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
140
141
142
143
144
145
146
147
148
149
150
151
152
153
154
155
156
157
158
159
160
161
162
163
164
165
166
167
168
169
170
171
172
173
174
175
176
177
178
179
180
181
182
183
184
185
186
187
188
189
190
191
192
193
194
195
196
197
198
199
200
201
202
203
204
205
206
207
208
209
210
211
212
213
214
215
216
217
218
219
220
221
222
223
224
225
226
227
228
229
230
231
232
233
234
235
236
237
238
239
240
241
242
243
244
245
246
247
248
249
250
251
252
253
254
255
256
257
258
259
260
261
262
263
264
265
266
267
268
269
270
271
272
273
274
275
276
277
278
279
280
281
282
283
284
285
286
287
288
289
290
291
292
293
294
295
296
297
298
299
300
301
302
303
304
305
306
307
308
309
310
311
312
313
314
315
316
317
318
319
320
321
322
323
324
325
326
327
328
329
330
331
332
333
334
335
336
337
338
339
340
341
342
343
344
345
346
347
348
349
350
351
352
353
354
355
356
357
358
359
360
361
362
363
364
365
366
367
368
369
370
371
372
373
374
375
376
377
378
379
380
381
382
383
384
385
386
387
388
389
390
391
392
393
394
395
396
397
398
399
400
401
402
403
404
405
406
407
408
409
410
411
412
413
414
415
416
417
418
419
420
421
422
423
424
425
426
427
428
429
430
431
432
433
434
435
436
437
438
439
440
441
442
443
444
445
446
447
448
449
450
451
452
453
454
455
456
457
458
459
460
461
462
463
464
465
466
467
468
469
470
471
472
473
474
475
476
477
478
479
480
481
482
483
484
485
486
487
488
489
490
491
492
493
494
495
496
497
498
499
500
501
502
503
504
505
506
507
508
509
510
511
512
513
514
515
516
517
518
519
520
521
522
523
524
525
526
527
528
529
530
531
532
533
534
535
536
537
538
539
540
541
542
543
544
545
546
547
548
549
550
551
552
553
554
555
556
557
558
559
560
561
562
563
564
565
566
567
568
569
570
571
572
573
574
575
576
577
578
579
580
581
582
583
584
585
586
587
588
589
590
591
592
593
594
595
596
597
598
599
600
601
602
603
604
605
606
607
608
609
610
611
612
613
614
615
616
617
618
619
620
621
622
623
624
625
626
627
628
629
630
631
632
633
634
635
636
637
638
639
640
641
642
643
644
645
646
647
648
649
650
651
652
653
654
655
656
657
658
659
660
661
662
663
664
665
666
667
668
669
670
671
672
673
674
675
676
677
678
679
680
681
682
683
684
685
686
687
688
689
690
691
692
693
694
695
696
697
698
699
700
701
702
703
704
705
706
707
708
709
710
711
712
713
714
715
716
717
718
719
720
721
722
723
724
725
726
727
728
729
730
731
732
733
734
735
736
737
738
739
740
741
742
743
744
745
746
747
748
749
750
751
752
753
754
755
756
757
758
759
760
761
762
763
764
765
766
767
768
769
770
771
772
773
774
775
776
777
778
779
780
781
782
783
784
785
786
787
788
789
790
791
792
793
794
795
796
797
798
799
800
801
802
803
804
805
806
807
808
809
810
811
812
813
814
815
816
817
818
819
820
821
822
823
824
825
826
827
828
829
830
831
832
833
834
835
836
837
838
839
840
841
842
843
844
845
846
847
848
849
850
851
852
853
854
855
856
857
858
859
860
861
862
863
864
865
866
867
868
869
870
871
872
873
874
875
876
877
878
879
880
881
882
883
884
885
886
887
888
889
890
891
892
893
894
895
896
897
898
899
900
901
902
903
904
905
906
907
908
909
910
911
912
913
914
915
916
917
918
919
920
921
922
923
924
925
926
927
928
929
930
931
932
933
934
935
936
937
938
939
940
941
942
943
944
945
946
947
948
949
950
951
952
953
954
955
956
957
958
959
960
961
962
963
964
965
966
967
968
969
970
971
972
973
974
975
976
977
978
979
980
981
982
983
984
985
986
987
988
989
990
991
992
993
994
995
996
997
998
999
1000
(* Content-type: application/vnd.wolfram.mathematica *)
(*** Wolfram Notebook File ***)
(* http://www.wolfram.com/nb *)
(* CreatedBy='Mathematica 11.2' *)
(*CacheID: 234*)
(* Internal cache information:
NotebookFileLineBreakTest
NotebookFileLineBreakTest
NotebookDataPosition[ 158, 7]
NotebookDataLength[ 62510, 1253]
NotebookOptionsPosition[ 61189, 1225]
NotebookOutlinePosition[ 61548, 1241]
CellTagsIndexPosition[ 61505, 1238]
WindowFrame->Normal*)
(* Beginning of Notebook Content *)
Notebook[{
Cell[BoxData[
RowBox[{
RowBox[{"n", "=",
TagBox[
RowBox[{"(", "\[NoBreak]", GridBox[{
{"\"\<\>\"", "\"\<\:6536\:85cf\>\"", "\"\<\:64ad\:653e\>\"",
"\"\<\:5206\:4eab\>\"", "\"\<\:8bc4\:8bba\>\"",
"\"\<\:5f39\:5e55\>\"", "\"\<\:786c\:5e01\>\"",
"\"\<\:5f53\:524d\:6392\:540d\>\"",
"\"\<\:5386\:53f2\:6392\:540d\>\""},
{"1", "2", "3", "4", "5", "6", "7", "8", "9"}
},
GridBoxAlignment->{
"Columns" -> {{Center}}, "ColumnsIndexed" -> {},
"Rows" -> {{Baseline}}, "RowsIndexed" -> {}},
GridBoxSpacings->{"Columns" -> {
Offset[0.27999999999999997`], {
Offset[0.7]},
Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> {
Offset[0.2], {
Offset[0.4]},
Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}],
Function[BoxForm`e$,
MatrixForm[BoxForm`e$]]]}], ";"}]], "Input",
CellChangeTimes->{{3.732120717274625*^9,
3.7321207309053817`*^9}},ExpressionUUID->"e5a5a13b-eced-48b4-ad91-\
069dc164267c"],
Cell[BoxData[
RowBox[{
RowBox[{"SetDirectory", "[",
RowBox[{"NotebookDirectory", "[", "]"}], "]"}], ";"}]], "Input",ExpressionU\
UID->"b21cbb15-b895-4c54-838b-8cf5c5c217c2"],
Cell[BoxData[
RowBox[{
RowBox[{"dat", "=",
RowBox[{"Import", "[", "\"\<bili.csv\>\"", "]"}]}], ";"}]], "Input",
CellChangeTimes->{{3.7321188019532566`*^9, 3.732118807166952*^9}, {
3.732118838431917*^9,
3.7321188514770765`*^9}},ExpressionUUID->"e4c7e6ad-6384-4ac2-9e11-\
00c747690e06"],
Cell[CellGroupData[{
Cell[BoxData[
RowBox[{"l", "=",
RowBox[{"Dimensions", "@", "dat"}]}]], "Input",
CellChangeTimes->{{3.732118853774368*^9, 3.732118859380452*^9}, {
3.7321191401063204`*^9,
3.7321191412893095`*^9}},ExpressionUUID->"ccbcd957-ba2c-46c3-9111-\
a98ad348fa87"],
Cell[BoxData[
RowBox[{"{",
RowBox[{"945", ",", "9"}], "}"}]], "Output",
CellChangeTimes->{3.732118859655856*^9, 3.7321191425770893`*^9,
3.7321196187279263`*^9, 3.7321202365387955`*^9, 3.7321203359169703`*^9,
3.732121124775463*^9, 3.7321212190329447`*^9, 3.7321218143746557`*^9,
3.732121889502454*^9, 3.7321266575541143`*^9, 3.7321619046583047`*^9,
3.7321770231174974`*^9, 3.732177154835462*^9,
3.732183203132262*^9},ExpressionUUID->"24c2c3f1-781f-4c4a-8fae-\
216a3699a537"]
}, Open ]],
Cell[BoxData[
RowBox[{"(*", " ",
RowBox[{
RowBox[{
RowBox[{"dat", "\[LeftDoubleBracket]",
RowBox[{"All", ",", "1"}], "\[RightDoubleBracket]"}], "=",
RowBox[{
RowBox[{
RowBox[{"TimeZoneConvert", "[",
RowBox[{
RowBox[{
RowBox[{"Interpreter", "[", "\"\<DateTime\>\"", "]"}], "[",
RowBox[{"dat", "\[LeftDoubleBracket]",
RowBox[{"#", ",", "1"}], "\[RightDoubleBracket]"}], "]"}], ",",
"8"}], "]"}], "&"}], "/@",
RowBox[{"Range", "@",
RowBox[{
"l", "\[LeftDoubleBracket]", "1", "\[RightDoubleBracket]"}]}]}]}], ";",
" ", "\:8fd9\:4e2a\:592a\:6162\:4e86"}], " ", "*)"}]], "Input",
CellChangeTimes->{{3.732118891639038*^9, 3.732118897010744*^9}, {
3.7321189512526236`*^9, 3.732118999823227*^9}, {3.732119050942951*^9,
3.7321190537360835`*^9}, {3.7321191108048987`*^9,
3.7321191631982527`*^9}, {3.7321196359818306`*^9, 3.732119667377571*^9},
3.732120078956634*^9, {3.7321201846359606`*^9, 3.732120189621031*^9}, {
3.7321215299360085`*^9,
3.7321215386136703`*^9}},ExpressionUUID->"7a7487cd-b2e5-4992-b6b1-\
78980fa1bac8"],
Cell[BoxData[
RowBox[{
RowBox[{
RowBox[{"$TimeZone", "=", "2"}], ";"}], " ",
RowBox[{
"(*", " ", "\:4ece\:6cd5\:56fd\:65f6\:533a\:8f6c\:6362", " ",
"*)"}]}]], "Input",
CellChangeTimes->{{3.7321218649295945`*^9,
3.732121882830577*^9}},ExpressionUUID->"5be2bcc6-1f76-4b96-a145-\
6a5f88ea7de6"],
Cell[BoxData[
RowBox[{
RowBox[{
RowBox[{
RowBox[{"dat", "\[LeftDoubleBracket]",
RowBox[{"All", ",", "1"}], "\[RightDoubleBracket]"}], "=",
RowBox[{
RowBox[{
RowBox[{"TimeZoneConvert", "[", "\n",
RowBox[{
RowBox[{"DateObject", "@",
RowBox[{"AbsoluteTime", "[",
RowBox[{"{",
RowBox[{
RowBox[{"dat", "\[LeftDoubleBracket]",
RowBox[{"#", ",", "1"}], "\[RightDoubleBracket]"}], ",",
RowBox[{"{",
RowBox[{
"\"\<Year\>\"", ",", "\"\</\>\"", ",", "\"\<Month\>\"", ",",
"\"\</\>\"", ",", "\"\<Day\>\"", ",", "\"\< \>\"", ",",
"\"\<Hour24\>\"", ",", "\"\<:\>\"", ",", "\"\<Minute\>\""}],
"}"}]}], "}"}], "]"}]}], ",", "8"}], "]"}], "&"}], "/@",
RowBox[{"Range", "@",
RowBox[{
"l", "\[LeftDoubleBracket]", "1", "\[RightDoubleBracket]"}]}]}]}],
";"}], " "}]], "Input",
CellChangeTimes->{{3.7321215629121056`*^9, 3.732121603854086*^9}, {
3.732121716022826*^9, 3.732121720992429*^9},
3.7321770267334824`*^9},ExpressionUUID->"72c9371b-7dbb-4249-bb99-\
d4c195c68121"],
Cell[BoxData[
RowBox[{
RowBox[{"$TimeZone", "=", "8"}], ";"}]], "Input",
CellChangeTimes->{3.732121058104205*^9,
3.732121867347796*^9},ExpressionUUID->"b44214a7-63bc-4523-bf66-\
71737982abdf"],
Cell[CellGroupData[{
Cell[BoxData[{
RowBox[{
RowBox[{"u", "=",
RowBox[{"l", "\[LeftDoubleBracket]", "1", "\[RightDoubleBracket]"}]}],
";"}], "\n",
RowBox[{"DateListPlot", "[",
RowBox[{
RowBox[{
RowBox[{
RowBox[{"dat", "\[LeftDoubleBracket]",
RowBox[{
RowBox[{"1", ";;", "u"}], ",",
RowBox[{"{",
RowBox[{"1", ",",
RowBox[{"#", "+", "1"}]}], "}"}]}], "\[RightDoubleBracket]"}], "&"}],
"/@",
RowBox[{"Range", "@", "6"}]}], ",",
RowBox[{"PlotRange", "\[Rule]",
RowBox[{"{",
RowBox[{
RowBox[{"{",
RowBox[{
RowBox[{"dat", "\[LeftDoubleBracket]",
RowBox[{"1", ",", "1"}], "\[RightDoubleBracket]"}], ",",
RowBox[{"dat", "\[LeftDoubleBracket]",
RowBox[{"u", ",", "1"}], "\[RightDoubleBracket]"}]}], "}"}], ",",
"All"}], "}"}]}], ",",
RowBox[{"PlotLegends", "\[Rule]",
RowBox[{"n", "\[LeftDoubleBracket]",
RowBox[{"1", ",",
RowBox[{"2", ";;", "7"}]}], "\[RightDoubleBracket]"}]}], ",",
RowBox[{"GridLines", "\[Rule]", "Automatic"}], ",",
RowBox[{"GridLinesStyle", "\[Rule]",
RowBox[{"Directive", "[",
RowBox[{"Gray", ",", "Thin", ",", " ", "Dashed"}], "]"}]}], ",",
RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "]"}]}], "Input",
CellChangeTimes->{{3.732119175612771*^9, 3.7321192052684727`*^9}, {
3.73211987679026*^9, 3.732119877387288*^9}, {3.7321199474292502`*^9,
3.732119984016039*^9}, {3.7321205333411865`*^9, 3.7321205651972423`*^9}, {
3.7321206110625796`*^9, 3.7321206158439703`*^9}, {3.732120691575594*^9,
3.7321207129229507`*^9}, {3.732120783889759*^9, 3.732120800236513*^9}, {
3.732120845907959*^9, 3.732120871301531*^9}, {3.7321216920406713`*^9,
3.7321216949212627`*^9}, {3.7321220523287086`*^9, 3.732122131968692*^9}, {
3.732177080894843*^9,
3.7321770895559945`*^9}},ExpressionUUID->"1cad9c29-5f51-4e29-94d3-\
8b48fc6f740e"],
Cell[BoxData[
TemplateBox[{GraphicsBox[{{}, {{{}, {}, {
Hue[0.67, 0.6, 0.6],
Directive[
PointSize[0.002777777777777778],
RGBColor[0.368417, 0.506779, 0.709798],
AbsoluteThickness[1.6]],
LineBox[CompressedData["
1:eJxd1X2c1WP+x/ErwmRtv4S0sRxJzSaMSgpxUjIhRrcjNqcblW5PujHdX6FM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"]]}, {
Hue[0.9060679774997897, 0.6, 0.6],
Directive[
PointSize[0.002777777777777778],
RGBColor[0.880722, 0.611041, 0.142051],
AbsoluteThickness[1.6]],
LineBox[CompressedData["
1:eJxF1X98j/X+x/Grkqbj+C4tSauWFju1tCStDvrQ0hRafq6lNVoshmE0Gi61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"]]}, {
Hue[0.1421359549995791, 0.6, 0.6],
Directive[
PointSize[0.002777777777777778],
RGBColor[0.560181, 0.691569, 0.194885],
AbsoluteThickness[1.6]],
LineBox[CompressedData["
1:eJxd0QmUD+Qax/HHliW5GWsoS5ZCGttIkj/Gvi9jrclO9j3b8E5lHdn3rexS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"]]}, {
Hue[0.37820393249936934`, 0.6, 0.6],
Directive[
PointSize[0.002777777777777778],
RGBColor[0.922526, 0.385626, 0.209179],
AbsoluteThickness[1.6]],
LineBox[CompressedData["
1:eJxd0ne8FmIfx/GrpTJ6lAqF7mhQyWmIkO6UhqQ9kdPedZoqjSuUBu29nAYl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"]]}, {
Hue[0.6142719099991583, 0.6, 0.6],
Directive[
PointSize[0.002777777777777778],
RGBColor[0.528488, 0.470624, 0.701351],
AbsoluteThickness[1.6]],
LineBox[CompressedData["
1:eJxd1Hm4FdIax/HVpCJdJaHQLg0kpInQbadBSZpH5DTPkwbNrVCaNM+T00CJ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"]]}, {
Hue[0.8503398874989481, 0.6, 0.6],
Directive[
PointSize[0.002777777777777778],
RGBColor[0.772079, 0.431554, 0.102387],
AbsoluteThickness[1.6]],
LineBox[CompressedData["
1:eJxd1XuczmX+x/FLqUZr+02SZmVrKsWWaiqJVnWLNIptcpxkNQ4xOY4MDQaX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"]]}}}, {}, {}, {}, {}}, {
DisplayFunction -> Identity, DisplayFunction -> Identity,
PlotRangePadding -> {{0, 0}, {
Scaled[0.02],
Scaled[0.05]}}, AxesOrigin -> {3.732102*^9, 0},
PlotRange -> {{3.732102*^9, 3.73221192*^9}, {0, 5000.}},
PlotRangeClipping -> True, ImagePadding -> All, DisplayFunction ->
Identity, AspectRatio -> 1, Axes -> {False, False},
AxesLabel -> {None, None}, AxesOrigin -> {3.732102*^9, 0},
DisplayFunction :> Identity, Frame -> {{True, True}, {True, True}},
FrameLabel -> {{None, None}, {None, None}},
FrameTicks -> {{Automatic, Automatic}, {Charting`FindScaledTicks[
(Charting`getDateTicks[Automatic, {Automatic},
(Map[DateList, {
SlotSequence[1]}]& )[
SlotSequence[1]], None, 5, {{0.0125, 0}, {0.0075, 0}},
Automatic]& )[
SlotSequence[1]], {Identity, Identity}]& , Charting`ScaledFrameTicks[
(Charting`getDateTicks[Charting`getDateTicks[Automatic, {Automatic},
(Map[DateList, {
SlotSequence[1]}]& )[
SlotSequence[1]], None, 5, {{0.0125, 0}, {0.0075, 0}},
Automatic]& , {Automatic},
(Map[DateList, {
SlotSequence[1]}]& )[
SlotSequence[1]], None, 5, {{0.0125, 0}, {0.0075, 0}}, None]& )[
SlotSequence[1]], {Identity, Identity}]& }},
GridLines -> {Charting`ScaledTickValues[
((Transpose[{#,
Table[
Directive[
GrayLevel[0.5],
Thickness[Tiny],
Dashing[{Small, Small}]], {
Length[#]}]}]& )[
Part[
Select[
(Charting`getDateTicks[Automatic, {Automatic},
(Map[DateList, {
SlotSequence[1]}]& )[
SlotSequence[1]], None, 5, {{0.0125, 0}, {0.0075, 0}},
Automatic]& )[
SlotSequence[1]], And[
FreeQ[#,
Alternatives["",
Spacer[{0, 0}]]], Head[#] === List, Length[#] > 0]& ], All,
1]]& )[
SlotSequence[1]], {Identity, Identity}]& , Automatic},
GridLinesStyle -> Directive[
GrayLevel[0.5],
Thickness[Tiny],
Dashing[{Small, Small}]],
Method -> {"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
(Identity[#]& )[
Part[#, 1]],
(Identity[#]& )[
Part[#, 2]]}& ), "CopiedValueFunction" -> ({
(Identity[#]& )[
Part[#, 1]],
(Identity[#]& )[
Part[#, 2]]}& )}},
PlotRange -> {{3.732102*^9, 3.73221192*^9}, {0, 5000.}},
PlotRangeClipping -> True, PlotRangePadding -> {{0, 0}, {
Scaled[0.02],
Scaled[0.05]}}, Ticks -> {{}, Automatic}}],FormBox[
FormBox[
TemplateBox[{
"\"\:6536\:85cf\"", "\"\:64ad\:653e\"", "\"\:5206\:4eab\"",
"\"\:8bc4\:8bba\"", "\"\:5f39\:5e55\"", "\"\:786c\:5e01\""},
"LineLegend", DisplayFunction -> (FormBox[
StyleBox[
StyleBox[
PaneBox[
TagBox[
GridBox[{{
TagBox[
GridBox[{{
GraphicsBox[{{
Directive[
EdgeForm[
Directive[
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.05],
RGBColor[0.368417, 0.506779, 0.709798],
AbsoluteThickness[1.6]], {
LineBox[{{0, 10}, {20, 10}}]}}, {
Directive[
EdgeForm[
Directive[
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.05],
RGBColor[0.368417, 0.506779, 0.709798],
AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
ImageSize -> {20, 10}, PlotRangePadding -> None,
ImagePadding -> Automatic,
BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, {
GraphicsBox[{{
Directive[
EdgeForm[
Directive[
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.05],
RGBColor[0.880722, 0.611041, 0.142051],
AbsoluteThickness[1.6]], {
LineBox[{{0, 10}, {20, 10}}]}}, {
Directive[
EdgeForm[
Directive[
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.05],
RGBColor[0.880722, 0.611041, 0.142051],
AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
ImageSize -> {20, 10}, PlotRangePadding -> None,
ImagePadding -> Automatic,
BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, {
GraphicsBox[{{
Directive[
EdgeForm[
Directive[
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.05],
RGBColor[0.560181, 0.691569, 0.194885],
AbsoluteThickness[1.6]], {
LineBox[{{0, 10}, {20, 10}}]}}, {
Directive[
EdgeForm[
Directive[
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.05],
RGBColor[0.560181, 0.691569, 0.194885],
AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
ImageSize -> {20, 10}, PlotRangePadding -> None,
ImagePadding -> Automatic,
BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, {
GraphicsBox[{{
Directive[
EdgeForm[
Directive[
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.05],
RGBColor[0.922526, 0.385626, 0.209179],
AbsoluteThickness[1.6]], {
LineBox[{{0, 10}, {20, 10}}]}}, {
Directive[
EdgeForm[
Directive[
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.05],
RGBColor[0.922526, 0.385626, 0.209179],
AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
ImageSize -> {20, 10}, PlotRangePadding -> None,
ImagePadding -> Automatic,
BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}, {
GraphicsBox[{{
Directive[
EdgeForm[
Directive[
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.05],
RGBColor[0.528488, 0.470624, 0.701351],
AbsoluteThickness[1.6]], {
LineBox[{{0, 10}, {20, 10}}]}}, {
Directive[
EdgeForm[
Directive[
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.05],
RGBColor[0.528488, 0.470624, 0.701351],
AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
ImageSize -> {20, 10}, PlotRangePadding -> None,
ImagePadding -> Automatic,
BaselinePosition -> (Scaled[0.1] -> Baseline)], #5}, {
GraphicsBox[{{
Directive[
EdgeForm[
Directive[
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.05],
RGBColor[0.772079, 0.431554, 0.102387],
AbsoluteThickness[1.6]], {
LineBox[{{0, 10}, {20, 10}}]}}, {
Directive[
EdgeForm[
Directive[
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.05],
RGBColor[0.772079, 0.431554, 0.102387],
AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
ImageSize -> {20, 10}, PlotRangePadding -> None,
ImagePadding -> Automatic,
BaselinePosition -> (Scaled[0.1] -> Baseline)], #6}},
GridBoxAlignment -> {
"Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
AutoDelete -> False,
GridBoxDividers -> {
"Columns" -> {{False}}, "Rows" -> {{False}}},
GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
GridBoxSpacings -> {
"Columns" -> {{0.5}}, "Rows" -> {{0.8}}}], "Grid"]}},
GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}},
AutoDelete -> False,
GridBoxItemSize -> {
"Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}},
GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}],
"Grid"], Alignment -> Left, AppearanceElements -> None,
ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction ->
"ResizeToFit"], LineIndent -> 0, StripOnInput -> False], {
FontFamily -> "Arial"}, Background -> Automatic, StripOnInput ->
False], TraditionalForm]& ),
InterpretationFunction :> (RowBox[{"LineLegend", "[",
RowBox[{
RowBox[{"{",
RowBox[{
RowBox[{"Directive", "[",
RowBox[{
RowBox[{"PointSize", "[", "0.002777777777777778`", "]"}],
",",
InterpretationBox[
ButtonBox[
TooltipBox[
GraphicsBox[{{
GrayLevel[0],
RectangleBox[{0, 0}]}, {
GrayLevel[0],
RectangleBox[{1, -1}]}, {
RGBColor[0.368417, 0.506779, 0.709798],
RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
"ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
FrameStyle ->
RGBColor[
0.24561133333333335`, 0.3378526666666667,
0.4731986666666667], FrameTicks -> None, PlotRangePadding ->
None, ImageSize ->
Dynamic[{
Automatic, 1.35 CurrentValue["FontCapHeight"]/
AbsoluteCurrentValue[Magnification]}]],
"RGBColor[0.368417, 0.506779, 0.709798]"], Appearance ->
None, BaseStyle -> {}, BaselinePosition -> Baseline,
DefaultBaseStyle -> {}, ButtonFunction :>
With[{Typeset`box$ = EvaluationBox[]},
If[
Not[
AbsoluteCurrentValue["Deployed"]],
SelectionMove[Typeset`box$, All, Expression];
FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
FrontEnd`Private`$ColorSelectorInitialColor =
RGBColor[0.368417, 0.506779, 0.709798];
FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
MathLink`CallFrontEnd[
FrontEnd`AttachCell[Typeset`box$,
FrontEndResource["RGBColorValueSelector"], {
0, {Left, Bottom}}, {Left, Top},
"ClosingActions" -> {
"SelectionDeparture", "ParentChanged",
"EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
Automatic, Method -> "Preemptive"],
RGBColor[0.368417, 0.506779, 0.709798], Editable -> False,
Selectable -> False], ",",
RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
",",
RowBox[{"Directive", "[",
RowBox[{
RowBox[{"PointSize", "[", "0.002777777777777778`", "]"}],
",",
InterpretationBox[
ButtonBox[
TooltipBox[
GraphicsBox[{{
GrayLevel[0],
RectangleBox[{0, 0}]}, {
GrayLevel[0],
RectangleBox[{1, -1}]}, {
RGBColor[0.880722, 0.611041, 0.142051],
RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
"ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
FrameStyle ->
RGBColor[
0.587148, 0.40736066666666665`, 0.09470066666666668],
FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
Dynamic[{
Automatic, 1.35 CurrentValue["FontCapHeight"]/
AbsoluteCurrentValue[Magnification]}]],
"RGBColor[0.880722, 0.611041, 0.142051]"], Appearance ->
None, BaseStyle -> {}, BaselinePosition -> Baseline,
DefaultBaseStyle -> {}, ButtonFunction :>
With[{Typeset`box$ = EvaluationBox[]},
If[
Not[
AbsoluteCurrentValue["Deployed"]],
SelectionMove[Typeset`box$, All, Expression];
FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
FrontEnd`Private`$ColorSelectorInitialColor =
RGBColor[0.880722, 0.611041, 0.142051];
FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
MathLink`CallFrontEnd[
FrontEnd`AttachCell[Typeset`box$,
FrontEndResource["RGBColorValueSelector"], {
0, {Left, Bottom}}, {Left, Top},
"ClosingActions" -> {
"SelectionDeparture", "ParentChanged",
"EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
Automatic, Method -> "Preemptive"],
RGBColor[0.880722, 0.611041, 0.142051], Editable -> False,
Selectable -> False], ",",
RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
",",
RowBox[{"Directive", "[",
RowBox[{
RowBox[{"PointSize", "[", "0.002777777777777778`", "]"}],
",",
InterpretationBox[
ButtonBox[
TooltipBox[
GraphicsBox[{{
GrayLevel[0],
RectangleBox[{0, 0}]}, {
GrayLevel[0],
RectangleBox[{1, -1}]}, {
RGBColor[0.560181, 0.691569, 0.194885],